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Authoritative PPT Summary
"Polygons in Life" PPT courseware
Review points for this unit
Area formula and its applications
Derivation of area formula
Area unit conversion
Develop spatial concepts
solve the real problem
Area of rectangle = length × width
Area of a square = side length × side length
Area of parallelogram = base × height
Area of triangle = base × height ÷ 2
Area of trapezoid = (upper base + lower base) × height ÷ 2
A parallelogram can be assembled into a rectangle by passing ( ).
① Cutting and trimming, translation
②Rotation and translation
③Cut and rotate
Put two identical triangles on top of each other to form a parallelogram using ( ).
① Cutting and trimming, translation
②Rotation and translation
③Cut and rotate
Put two identical trapezoids on top of each other to form a parallelogram through ( ).
① Cutting and trimming, translation
②Rotation and translation
③Cut and rotate
choose:
It is a parallelogram with a base and height of 100 meters and covers an area of 1 ( ).
① Square kilometers
②ha
③square meters
Correct statement:
If the base and height of a triangle and a parallelogram are equal respectively, then the area of the triangle is half the area of the parallelogram.
fill in the blank
The area of a parallelogram is 40 square centimeters, and the area of a triangle with the same base and height as it is ( ) square centimeters.
Thinking questions
1. In the picture below, the area of the red part is compared with the area of the yellow part ( ).
①The yellow part is large in area
②The red part is large in area
③The same size
④Not sure
2. If the base of a triangle and the base of a parallelogram are equal and their areas are equal, and the height of the parallelogram is 10 cm, what is the height of the triangle?
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"Polygons in Life" PPT courseware 4:
"Polygons in Life" PPT courseware 4 The area of a trapezoid Review the method of deriving the area of a triangle Because: S=ah So: S=ah2 What did you find? A rectangle can be cut into two trapezoids along a straight line. A parallelogram can be cut into two along a straight line..
"Polygons in Life" PPT courseware 3:
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"Polygons in Life" PPT courseware 2:
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